We generalize the existing decoding algorithms by error location for BCH and algebraic-geometric codes to arbitrary linear codes. We investigate the number of dependent sets of error positions. A received word with an independent set of error positions can be corrected
Our lives depend on communication, but our methods are prone to errors. Coding theory illustrates ho...
This paper presents the outlines of elementary error-correcting codes. The first section is an intro...
In coding theory the problem of decoding focuses on error vectors. In the simplest situation code wo...
We generalize the existing decoding algorithms by error location for BCH and algebraic-geometric cod...
AbstractWe generalize the existing decoding algorithms by error location for BCH and algebraic-geome...
Codes derived from algebraic curves are called algebraic geometry (AG) codes. They provide a way to ...
We present a new decoding algorithm based on error locating pairs and correcting an amount of errors...
One of the central topics in coding theory is the study of error detection and correction, where cod...
A general decoding method for linear codes is investigated for cyclic codes. The decoding consists o...
For a number of binary cyclic codes with e>e BCH, algebraic algorithms are given to find the erro...
For a number of binary cyclic codes with e>e BCH, algebraic algorithms are given to find the error l...
C. Shannon presented theoretical conditions under which communication was possible error-free in the...
It is shown that minimum distance decoding of linear codes is accomplished by generating all codewor...
A general decoding method for linear codes is investigated for cyclic codes. The decodin
In this paper we present a decoding algorithm for algebraic geometry codes with error-correcting cap...
Our lives depend on communication, but our methods are prone to errors. Coding theory illustrates ho...
This paper presents the outlines of elementary error-correcting codes. The first section is an intro...
In coding theory the problem of decoding focuses on error vectors. In the simplest situation code wo...
We generalize the existing decoding algorithms by error location for BCH and algebraic-geometric cod...
AbstractWe generalize the existing decoding algorithms by error location for BCH and algebraic-geome...
Codes derived from algebraic curves are called algebraic geometry (AG) codes. They provide a way to ...
We present a new decoding algorithm based on error locating pairs and correcting an amount of errors...
One of the central topics in coding theory is the study of error detection and correction, where cod...
A general decoding method for linear codes is investigated for cyclic codes. The decoding consists o...
For a number of binary cyclic codes with e>e BCH, algebraic algorithms are given to find the erro...
For a number of binary cyclic codes with e>e BCH, algebraic algorithms are given to find the error l...
C. Shannon presented theoretical conditions under which communication was possible error-free in the...
It is shown that minimum distance decoding of linear codes is accomplished by generating all codewor...
A general decoding method for linear codes is investigated for cyclic codes. The decodin
In this paper we present a decoding algorithm for algebraic geometry codes with error-correcting cap...
Our lives depend on communication, but our methods are prone to errors. Coding theory illustrates ho...
This paper presents the outlines of elementary error-correcting codes. The first section is an intro...
In coding theory the problem of decoding focuses on error vectors. In the simplest situation code wo...
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